{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "pycharm": {
     "name": "#%% rcParams: 保存了默认参数的字典\n"
    }
   },
   "outputs": [],
   "source": [
    "# https://matplotlib.org/tutorials/introductory/customizing.html#matplotlibrc-sample\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "plt.rcParams['font.sans-serif']=['Hiragino Sans GB']  # win: ['SimHei']\n",
    "plt.rcParams['figure.facecolor'] = 'y' # 对整个文件起作用\n",
    "plt.rcParams['axes.facecolor'] = (0.8, 0.9, 0.8)\n",
    "plt.rcParams['axes.titlesize'] = 36\n",
    "plt.rcParams['axes.labelsize'] = 30\n",
    "plt.rcParams['xtick.labelsize'] = 24\n",
    "plt.rcParams['ytick.labelsize'] = 'large'\n",
    "plt.rcParams['lines.linewidth'] = 3\n",
    "plt.rcParams['lines.linestyle'] = '--'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "x = np.array([1, 2, 3])\n",
    "y2 = x ** 2\n",
    "y4 = x ** 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7ff6bbc92f70>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(x, y2, label='2')\n",
    "plt.plot(x, y4, label='4')\n",
    "\n",
    "plt.title('我是标题')\n",
    "plt.xlabel('X轴')\n",
    "plt.ylabel('Y轴')\n",
    "\n",
    "plt.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x576 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "_, axs = plt.subplots(\n",
    "    2, 1,\n",
    "    figsize=(6, 8))\n",
    "axs[0].plot(x, y2, label='2')\n",
    "axs[0].set_title('我是平方')\n",
    "axs[0].set_xlabel('X轴')\n",
    "axs[0].set_ylabel('Y轴')\n",
    "\n",
    "axs[1].plot(x, y4, label='4')\n",
    "axs[1].set_title('我是四次方')\n",
    "axs[1].set_xlabel('X轴')\n",
    "axs[1].set_ylabel('Y轴')\n",
    "\n",
    "plt.tight_layout()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.6"
  },
  "pycharm": {
   "stem_cell": {
    "cell_type": "raw",
    "source": [],
    "metadata": {
     "collapsed": false
    }
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}